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Perplexus, originally released as Superplexus, is a 3-D ball-in-a-maze puzzle or labyrinth game enclosed in a transparent plastic sphere. By twisting and turning it, players try to maneuver a small steel ball through a complex maze along narrow plastic tracks. The maze has many steps (varying across puzzles).
Ball-in-a-maze puzzles are dexterity puzzles which involve manipulating either a maze (or labyrinth) or one or several balls so that the ball or balls are maneuvered towards a goal. Toys like this have been popular since Pigs in Clover (also spelled Pigs-in-clover ) was invented by Charles Martin Crandall and then patented on September 10, 1889.
This is a list of games in the 2017 version of British game show The Crystal Maze, sorted by zone. The coloured backgrounds denote the type of game: - Mental - Mystery - Physical - Skill ALIS - Automatic Lock-in Situation Aztec Zone Name of game Explanation Time ALIS Balancing scales Use a raft to retrieve sandbags and balance a set of scales to release the crystal 3:00 None Word wheel Turn ...
Highlights released a new all-puzzle magazine in June 2023. brainPLAY is a 32-page monthly magazine full of puzzles for kids 7 and older. Puzzles featured in the magazine include Hidden Pictures puzzles, logic puzzles, sudoku, crosswords, mazes and more. [52]
In 1995 Usborne released a 3-in-1 collection of even more advanced puzzles, The Usborne Book of Superpuzzles by Sarah Dixon, Mark Fowler, Radhi Parekh (illustrator) (ISBN 9780746007358, 0746007353). This includes the books Maps and Maze Puzzles, Codes and Ciphers and Logic Puzzles.
Maze: Solve the World's Most Challenging Puzzle (1985, Henry Holt and Company) is a puzzle book written and illustrated by Christopher Manson. The book was originally published as part of a contest to win $10,000. Unlike other puzzle books, each page is involved in solving the book's riddle.
A maze is a path or collection of paths, typically from an entrance to a goal. The word is used to refer both to branching tour puzzles through which the solver must find a route, and to simpler non-branching ("unicursal") patterns that lead unambiguously through a convoluted layout to a goal.
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